Question

Найдите корни уравнения (3x+8)(8x-1)=0. С решением пожалуйста.

Answer 1

3х+8=0
3х=-8
х=-8:3
х=-8/3



8х-1=0
8х=-1
х=-1:8
х=-1/8

Answer 2

3х+8=0 или 8х-1=0
3х=-8           8х=1
х=-8\3           х=1\8

Answer 3

Solving the Equation (3x+8)(8x-1)=0

To find the roots of the equation (3x+8)(8x-1)=0, we can use the zero product property, which states that if the product of two factors is equal to zero, then at least one of the factors must be zero. We can set each factor equal to zero and solve for x.

1. Setting each factor equal to zero: - (3x+8) = 0 - (8x-1) = 0

2. Solving for x: - For (3x+8) = 0: - 3x = -8 - x = -8/3

- For (8x-1) = 0: - 8x = 1 - x = 1/8

So, the roots of the equation (3x+8)(8x-1)=0 are x = -8/3 and x = 1/8.

This solution is based on the zero product property and the subsequent solving for x.

Therefore, the roots of the equation (3x+8)(8x-1)=0 are x = -8/3 and x = 1/8.